Updated 3/9/21 , Switched COVID Tracking Project Truth to download from 11/16/2020
Attach state population
EpiCovDA_WIS$population <- NA
EpiCovDA_pt_scores$population <- NA
for (loc in unique(EpiCovDA_WIS$location)){
if (loc == "US"){
temp_pop <- as.numeric(read.csv("../state_hosp_data_2020-11-16/state_popUS.csv"))
EpiCovDA_WIS[which(EpiCovDA_WIS$location=="US"),"population"] <- temp_pop
EpiCovDA_pt_scores[which(EpiCovDA_pt_scores$location == "US"),"population"] <- temp_pop
} else {
temp_pop <- as.numeric(read.csv(sprintf("../state_hosp_data_2020-11-16/state_pop%s.csv",fips(loc, to = "Abbreviation"))))
EpiCovDA_WIS[which(EpiCovDA_WIS$location==loc),"population"] <- temp_pop
EpiCovDA_pt_scores[which(EpiCovDA_pt_scores$location == fips(loc, to = "Abbreviation")),"population"] <- temp_pop
}
}
incomplete final line found by readTableHeader on '../state_hosp_data_2020-11-16/state_popUS.csv'
statsOnPerformance <- function(all_IS,column,tar_type = "death",filterdates_TF = TRUE,
includeUS = FALSE,
USonly = FALSE){
all_targets <- c("1 wk ahead cum death","2 wk ahead cum death","3 wk ahead cum death",
"4 wk ahead cum death")
if (tar_type == "case"){
all_targets <- c("1 wk ahead cum case","2 wk ahead cum case",
"3 wk ahead cum case",
"4 wk ahead cum case")
}
if (filterdates_TF){
all_IS <- subset(all_IS,(as.Date(forecast_date)>as.Date("2020-04-19")))
}
if (!includeUS){
subset(all_IS,(location!="US"))
}
if (USonly){
all_IS <- subset(all_IS,(location=="US"))
}
stats_df <- data.frame()
temp_df <- data.frame(target = "Overall",mean = mean(all_IS[grepl(tar_type,all_IS$target),column]),
median = median(all_IS[grepl(tar_type,all_IS$target),column]))
stats_df <- rbind(stats_df,temp_df)
for (tar in all_targets){
curr_subset <- subset(all_IS,target == tar)
curr_mean <- mean(curr_subset[,column])
curr_median <- median(curr_subset[,column])
temp_df <- data.frame(target = tar, mean = curr_mean,median = curr_median)
stats_df <- rbind(stats_df,temp_df)
}
return(stats_df)
}
IS_stats_EpiCovDA <- statsOnPerformance(EpiCovDA_WIS,"WIS")
# kable(IS_stats_EpiCovDA,booktabs=TRUE)
# kable(IS_stats_COVIDhub,booktabls=TRUE)
Point Estimate Errors
Max cumulative deaths for 4 week ahead forecasts: about 28.9 per 100,000
mybreaks2 <- c(0,.5,1,5,10,15,25,Inf)
mylabels2 = c("<0.5","0.5 <= x < 1","1 <= x < 5", "5 <= x < 10", "10 <= x < 15","15 <= x < 25",">=25")
figfilename1 <- sprintf("results_figures/AE_epicovda_deaths.pdf")
pdf(figfilename1, width = 10, height = 7)
p3<- ggplot()+
geom_tile(data = EpiCovDA_pt_scores[grepl("death",EpiCovDA_pt_scores$target),],
mapping =
aes(as.Date(forecast_date),
myfips(as.character(location),to="Abbreviation"),
fill= cut(abs_error/population*10^5,breaks=mybreaks2,right=FALSE,labels=mylabels2) )) +
# scale_fill_gradient2(low = "white",mid="gold",high="firebrick3",
# trans="log10",midpoint = log10(.5),na.value = "white",breaks=mybreaks2,
# labels=mybreaks2)+
scale_fill_brewer(type="seq",palette = "YlOrRd")+
theme_bw()+
theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
xlab("Forecast Date")+ylab("State")+ggtitle("EpiCovDA Absolute Error per 100,000 for Death Forecasts") +
labs(fill="Abs. Error per 100,000")+
facet_wrap(vars(target),scales="fixed",nrow=1)
print(p3)
dev.off()
null device
1
print(p3)

# max(EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum death",j)),"abs_error"]/EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum death",j)),"population"]*10^5)
“Heatmaps” for Cases
max IS for cases about 23752 mediant IS for cases about 193
# for (i in 1:4){
mybreaks = c(0,5,25,100,300,1000,5000,10000,Inf)
mylabels = c("<5","5 <= x < 25", "25 <= x < 100", "100 <= x < 300","300 <= x < 1000","1000 <= x < 5000", "5000 <= x < 10000",">=10000")
figfilename3 <- sprintf("results_figures/IS_epicovda_cases.pdf")
pdf(figfilename3, width = 10, height = 7)
p1 <- ggplot()+
geom_tile(data = EpiCovDA_WIS[grepl("case",EpiCovDA_WIS$target),],
mapping =
aes(as.Date(forecast_date),
myfips(as.character(location),to="Abbreviation"),
fill=cut(IS_05/population*10^5,breaks=mybreaks,right=FALSE,labels=mylabels))) +
# scale_fill_gradient2(low = "white",high="firebrick3",mid="gold",trans="log10",midpoint=1,
# breaks=mybreaks,labels=mybreaks)+
scale_fill_brewer(type="seq",palette = "YlOrRd")+
theme_bw()+
theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
xlab("Forecast Date")+ylab("State")+
ggtitle("EpiCovDA Interval Scores (alpha=0.05) for Case Forecasts")+
# ggtitle(sprintf("EpiCovDA, %s wk ahead cumulative deaths",i))+
labs(fill="IS per 100,000")+
facet_wrap(vars(target),scales="fixed",nrow=1)
print(p1)
dev.off()
null device
1
print(p1)

# }
# median(EpiCovDA_WIS[grepl("case",EpiCovDA_WIS$target),"IS_05"]/EpiCovDA_WIS[grepl("case",EpiCovDA_WIS$target),"population"]*10^5)
Point Estimate Errors
Max cumulative deaths for 4 week ahead forecasts: about 867 per 100,000 median about 67
mybreaks2 <- c(0,1,10,25,50,100,300,500,Inf)
mylabels2 = c("<1","1 <= x < 10","10 <= x < 25", "25 <= x < 50", "50 <= x < 100","100 <= x < 300",
"300 <= x < 500",">=500")
figfilename1 <- sprintf("results_figures/AE_epicovda_cases.pdf")
pdf(figfilename1, width = 10, height = 7)
p3<- ggplot()+
geom_tile(data = EpiCovDA_pt_scores[grepl("case",EpiCovDA_pt_scores$target),],
mapping =
aes(as.Date(forecast_date),
myfips(as.character(location),to="Abbreviation"),
fill= cut(abs_error/population*10^5,breaks=mybreaks2,right=FALSE,labels=mylabels2) )) +
# scale_fill_gradient2(low = "white",mid="gold",high="firebrick3",
# trans="log10",midpoint = log10(.5),na.value = "white",breaks=mybreaks2,
# labels=mybreaks2)+
scale_fill_brewer(type="seq",palette = "YlOrRd")+
theme_bw()+
theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
xlab("Forecast Date")+ylab("State")+ggtitle("EpiCovDA Absolute Error per 100,000 for Case Forecasts") +
labs(fill="Abs. Error per 100,000")+
facet_wrap(vars(target),scales="fixed",nrow=1)
print(p3)
dev.off()
null device
1
print(p3)

# median(EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum case",4)),"abs_error"]/EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum case",4)),"population"]*10^5)
forecasted_locations = unique(forecasts_with_truth$location)
tar_type = "case"
for (loc in forecasted_locations){
state_num = loc #"04"
target_forecasts_with_truth <-
forecasts_with_truth[grepl(tar_type,
forecasts_with_truth$target) &
(forecasts_with_truth$location == state_num)&
as.Date(forecasts_with_truth$forecast_date)
>as.Date('2020-04-10'),]
st_ab = fips(state_num,to="Abbreviation")
if (loc == "US"){
st_ab = "US"
}
fcasts_wide <- as_tibble(target_forecasts_with_truth) %>%
filter(quantile %in% c(0.025, 0.1, 0.25, 0.5, 0.75, 0.9, 0.975)) %>%
mutate(week_ahead = as.numeric(substr(target, 0,2))) %>%
pivot_wider(names_from = quantile, names_prefix="q")
figfilename <- sprintf("results_figures/%s_%s_quant_forecasts.pdf",st_ab,tar_type)
pdf(figfilename, width = 5, height = 3)
a1 <- ggplot(fcasts_wide,aes(x = as.Date(target_end_date)))+
geom_line(aes(y=q0.5, color=forecast_date, group=forecast_date)) +
# geom_ribbon(aes(ymin=q0.1, ymax=q0.9, fill=forecast_date, group=forecast_date), alpha=.3) +
geom_ribbon(aes(ymin=q0.025, ymax=q0.975, fill=forecast_date, group=forecast_date), alpha=.3) +
geom_ribbon(aes(ymin=q0.25, ymax=q0.75, fill=forecast_date, group=forecast_date), alpha=.3) +
geom_point(aes(y=truth)) +
geom_line(aes(y=truth)) +
theme_bw() + xlab("Date") +
theme(legend.position = "none") + ylab(sprintf("cumulative %s",paste0(tar_type,"s"))) +
ggtitle(sprintf("Cumulative %s in %s, observed and forecasted",paste0(tar_type,"s"),st_ab))
#+
# coord_cartesian(ylim=c(250, 2500))
print(a1)
dev.off()
print(a1)
}





















































forecasted_locations = unique(forecasts_with_truth$location)
tar_type = "death"
for (loc in forecasted_locations){
state_num = loc #"04"
target_forecasts_with_truth <-
forecasts_with_truth[grepl(tar_type,
forecasts_with_truth$target) &
(forecasts_with_truth$location == state_num)&
as.Date(forecasts_with_truth$forecast_date)
>as.Date('2020-04-10'),]
st_ab = fips(state_num,to="Abbreviation")
if (loc == "US"){
st_ab = "US"
}
fcasts_wide <- as_tibble(target_forecasts_with_truth) %>%
filter(quantile %in% c(0.025, 0.1, 0.25, 0.5, 0.75, 0.9, 0.975)) %>%
mutate(week_ahead = as.numeric(substr(target, 0,2))) %>%
pivot_wider(names_from = quantile, names_prefix="q")
figfilename <- sprintf("results_figures/%s_%s_quant_forecasts.pdf",st_ab,tar_type)
pdf(figfilename, width = 5, height = 3)
a1 <- ggplot(fcasts_wide,aes(x = as.Date(target_end_date)))+
geom_line(aes(y=q0.5, color=forecast_date, group=forecast_date)) +
# geom_ribbon(aes(ymin=q0.1, ymax=q0.9, fill=forecast_date, group=forecast_date), alpha=.3) +
geom_ribbon(aes(ymin=q0.025, ymax=q0.975, fill=forecast_date, group=forecast_date), alpha=.3) +
geom_ribbon(aes(ymin=q0.25, ymax=q0.75, fill=forecast_date, group=forecast_date), alpha=.3) +
geom_point(aes(y=truth)) +
geom_line(aes(y=truth)) +
theme_bw() + xlab("Date") +
theme(legend.position = "none") + ylab(sprintf("cumulative %s",paste0(tar_type,"s"))) +
ggtitle(sprintf("Cumulative %s in %s, observed and forecasted",paste0(tar_type,"s"),st_ab))
#+
# coord_cartesian(ylim=c(250, 2500))
print(a1)
dev.off()
print(a1)
}





















































get_calibration_prop <- function(forecasts_with_truth,alpha_level,conditions,target_type="death"){
forecast_sub0 <- forecasts_with_truth[grepl(target_type,forecasts_with_truth$target),]
forecast_subset <- subset(forecast_sub0,eval(conditions))
lbounds = subset(forecast_subset,quantile==alpha_level/2,select="value")$value
ubounds = subset(forecast_subset,quantile==1 - alpha_level/2,select="value")$value
truth = subset(forecast_subset,quantile==0.5,select = "truth")$truth
in_bounds <- ((ubounds - truth)>=0) & ((lbounds-truth)<=0)
prop = sum(in_bounds)/length(truth)
check_df <- cbind(lbounds,ubounds,truth,in_bounds)
return(prop)
}
Calibration figures
for (i in 1:4){
curr_loc = "US"
cond_target = sprintf("%s wk ahead cum case",i)
condition = expression((target==cond_target)&(location=="US"))
tar_type = "case"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("US - %s week ahead cumulative cases",i)
curr_loc_fips = fips(curr_loc)
if (curr_loc == "US"){
curr_loc_fips = "US"
}
if (curr_loc_fips < 10){
curr_loc_fips = paste0(0,curr_loc_fips)
}else{curr_loc_fips = as.character(curr_loc_fips)}
# condition = expression((location==curr_loc_fips))
all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)
for (j in 1:length(all_CI_widths)){
curr_a_level = round(1 - all_CI_widths[j],3)
# curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
# expression((location == curr_loc_fips)),"case")
curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition,tar_type)
all_props <- c(all_props,curr_prop)
}
calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)
figfilename_calibration <- sprintf("results_figures/US_%swkaheadcases_calibration.pdf",i)
pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
geom_point(mapping=aes(x=exp_prop,y=act_prop))+
geom_abline(slope=1,intercept=0)+
xlim(c(0,1))+ylim(c(0,1))+
xlab("Expected Proportion")+
ylab("Actual Proportion")+
ggtitle(title_text)
print(a3)
dev.off()
}
for (i in 1:4){
cond_target = sprintf("%s wk ahead cum case",i)
condition = expression((target==cond_target)&(location!="US"))
tar_type = "case"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("State-level - %s week ahead cumulative cases",i)
all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)
for (j in 1:length(all_CI_widths)){
curr_a_level = round(1 - all_CI_widths[j],3)
# curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
# expression((location == curr_loc_fips)),"case")
curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition,tar_type)
all_props <- c(all_props,curr_prop)
}
calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)
figfilename_calibration <- sprintf("results_figures/state-level_%swkaheadcases_calibration.pdf",i)
pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
geom_point(mapping=aes(x=exp_prop,y=act_prop))+
geom_abline(slope=1,intercept=0)+
xlim(c(0,1))+ylim(c(0,1))+
xlab("Expected Proportion")+
ylab("Actual Proportion")+
ggtitle(title_text)
print(a3)
dev.off()
}
for (i in 1:4){
curr_loc = "US"
cond_target = sprintf("%s wk ahead cum death",i)
condition = expression((target==cond_target)&(location=="US"))
tar_type = "death"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("US - %s week ahead cumulative deaths",i)
curr_loc_fips = fips(curr_loc)
if (curr_loc == "US"){
curr_loc_fips = "US"
}
if (curr_loc_fips < 10){
curr_loc_fips = paste0(0,curr_loc_fips)
}else{curr_loc_fips = as.character(curr_loc_fips)}
# condition = expression((location==curr_loc_fips))
all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)
for (j in 1:length(all_CI_widths)){
curr_a_level = round(1 - all_CI_widths[j],3)
# curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
# expression((location == curr_loc_fips)),"case")
curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition,tar_type)
all_props <- c(all_props,curr_prop)
}
calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)
figfilename_calibration <- sprintf("results_figures/US_%swkaheaddeaths_calibration.pdf",i)
pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
geom_point(mapping=aes(x=exp_prop,y=act_prop))+
geom_abline(slope=1,intercept=0)+
xlim(c(0,1))+ylim(c(0,1))+
xlab("Expected Proportion")+
ylab("Actual Proportion")+
ggtitle(title_text)
print(a3)
dev.off()
}
for (i in 1:4){
cond_target = sprintf("%s wk ahead cum death",i)
condition = expression((target==cond_target)&(location!="US"))
tar_type = "death"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("State-level - %s week ahead cumulative deaths",i)
all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)
for (j in 1:length(all_CI_widths)){
curr_a_level = round(1 - all_CI_widths[j],3)
# curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
# expression((location == curr_loc_fips)),"case")
curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition,tar_type)
all_props <- c(all_props,curr_prop)
}
calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)
figfilename_calibration <- sprintf("results_figures/state-level_%swkaheaddeaths_calibration.pdf",i)
pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
geom_point(mapping=aes(x=exp_prop,y=act_prop))+
geom_abline(slope=1,intercept=0)+
xlim(c(0,1))+ylim(c(0,1))+
xlab("Expected Proportion")+
ylab("Actual Proportion")+
ggtitle(title_text)
print(a3)
dev.off()
}
calib_df <- data.frame()
for (i in 1:4){
cond_target = sprintf("%s wk ahead cum death",i)
condition1 = expression((target==cond_target)&(location!="US"))
condition2 = expression((target==cond_target)&(location=="US"))
tar_type = "death"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("%s week ahead",i)
all_props1 <- c()
all_props2 <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)
for (j in 1:length(all_CI_widths)){
curr_a_level = round(1 - all_CI_widths[j],3)
# curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
# expression((location == curr_loc_fips)),"case")
curr_prop1 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition1,tar_type)
all_props1 <- c(all_props1,curr_prop1)
curr_prop2 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition2,tar_type)
all_props2 <- c(all_props2,curr_prop2)
}
temp1 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props1,level="state",target=title_text)
temp2 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props2,level="US",target=title_text)
calib_df <- rbind(calib_df,temp1,temp2)
}
figfilename_calibration <- sprintf("results_figures/deaths_calibration.pdf",i)
pdf(figfilename_calibration, width = 7, height = 4)
a3 <- ggplot(data=calib_df)+
geom_point(mapping=aes(x=exp_prop,y=act_prop,shape=level,color=level),cex=1.5)+
# geom_point(mapping=aes(x=exp_prop,y=us_prop,shape="b"),shape=19)+
geom_abline(slope=1,intercept=0)+
xlim(c(0,1))+ylim(c(0,1))+
xlab("Expected Proportion")+
ylab("Actual Proportion")+
ggtitle("PI Capture Rates for Cumulative Death Forecasts")+
facet_wrap(facets=vars(target),nrow=2)
print(a3)
dev.off()
null device
1
print(a3)

calib_df <- data.frame()
for (i in 1:4){
cond_target = sprintf("%s wk ahead cum case",i)
condition1 = expression((target==cond_target)&(location!="US"))
condition2 = expression((target==cond_target)&(location=="US"))
tar_type = "case"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("%s week ahead",i)
all_props1 <- c()
all_props2 <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)
for (j in 1:length(all_CI_widths)){
curr_a_level = round(1 - all_CI_widths[j],3)
# curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
# expression((location == curr_loc_fips)),"case")
curr_prop1 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition1,tar_type)
all_props1 <- c(all_props1,curr_prop1)
curr_prop2 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
condition2,tar_type)
all_props2 <- c(all_props2,curr_prop2)
}
temp1 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props1,level="state",target=title_text)
temp2 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props2,level="US",target=title_text)
calib_df <- rbind(calib_df,temp1,temp2)
}
figfilename_calibration <- sprintf("results_figures/cases_calibration.pdf",i)
pdf(figfilename_calibration, width = 7, height = 4)
a3 <- ggplot(data=calib_df)+
geom_point(mapping=aes(x=exp_prop,y=act_prop,shape=level,color=level),cex=1.5)+
# geom_point(mapping=aes(x=exp_prop,y=us_prop,shape="b"),shape=19)+
geom_abline(slope=1,intercept=0)+
xlim(c(0,1))+ylim(c(0,1))+
xlab("Expected Proportion")+
ylab("Actual Proportion")+
ggtitle("PI Capture Rates for Cumulative Case Forecasts")+
facet_wrap(facets=vars(target),nrow=2)
print(a3)
dev.off()
null device
1
print(a3)

---
title: "EpiCovDA Figures"
output:
  pdf_document: 
    keep_tex: true
  html_notebook: default
---

Created 2/22/21 \, HRB

Updated 3/9/21 \, Switched COVID Tracking Project Truth to download from 11/16/2020

Updated 4/11/21 \, Use results which include PR


## Read in forecasts and attach truth 

```{r setup, echo=FALSE,warning=FALSE,message=FALSE}

# getwd()

library("cdlTools",quietly = TRUE) # package to convert fips to state abbreviations
library(ggnewscale,quietly = TRUE)
library(tidyverse,quietly = TRUE,warn.conflicts=FALSE)
library(covidcast,quietly = TRUE)
library(MMWRweek,quietly = TRUE)
library(knitr, quietly = TRUE)
library(ggplot2,quietly = TRUE)


# EpiCovDA Forecasts - CTP
forecasts_with_truth = read.csv("UA-EpiCovDA-v3-alphaData-tube1-prior-2020-11-16-PAPER/forecasts_with_truth-UA-EpiCovDA-CTP.csv")
EpiCovDA_pt_scores = read.csv("UA-EpiCovDA-v3-alphaData-tube1-prior-2020-11-16-PAPER/CTP_all_scores.csv")

EpiCovDA_pt_scores = subset(EpiCovDA_pt_scores,as.Date(forecast_date)>= as.Date("2020-05-01"))
forecasts_with_truth = subset(forecasts_with_truth,as.Date(forecast_date)>= as.Date("2020-05-01"))


```


```{r}
myfips<-function(fips_codes,to="Abbreviation"){
  fips_abbrev <- fips_codes
  fips_abbrev[fips_codes!="US"] <- fips(fips_codes[fips_codes!="US"],to="Abbreviation") 
  fips_abbrev[fips_codes=="US"] <- " US"
  
  return(fips_abbrev)
  
}
```



## Calculate interval scores for a specified level (alpha)

$$ \text{IS}_{\alpha}(F,y) = (u - \ell) + \frac{2}{\alpha} (\ell - y) \mathbf{1}(\ell > y) + \frac{2}{\alpha}(y - u)\mathbf{1}(u < y)$$


```{r define-getIntervalScores-function, echo=FALSE}
getIntervalScores <- function(forecasts_with_truth,alpha_level){

  upperbounds = subset(forecasts_with_truth,quantile ==(1-alpha_level/2),
                       select="value" )
  
  lowerbounds = subset(forecasts_with_truth,quantile ==(alpha_level/2),
                       select="value" )
  
  truths =  subset(forecasts_with_truth,quantile ==(alpha_level/2),
                       select="truth" )
  
  interval_scores = (upperbounds-lowerbounds) + 
                    2/alpha_level * (lowerbounds-truths)*
                          (lowerbounds>truths) + 
                    2/alpha_level * (truths-upperbounds)*(upperbounds<truths)
  
  IS_df = subset(forecasts_with_truth,quantile ==(alpha_level/2),
                       select=c("forecast_date","target","target_end_date",
                                "location","truth") )
  
  IS_df$interval_score = interval_scores$value
  
  return(IS_df)
}
```




## Calculate Weighted Interval Score (WIS)

$$ \text{WIS}_{\alpha_0 : K}(F,y) = \frac{1}{K+1/2}\left(w_0 \, |y-m| + \sum_{k=1}^K w_k \, \text{IS}_{\alpha_k}(F,y)\right) $$
where $w_0 = \frac 1 2$ and $w_k = \frac{\alpha_k}{2}$ for $k = 1,\hdots, K$ for $\alpha= 0.02, 0.05, 0.1, 0.2, \hdots, 0.9$.  



```{r define-getWIS-function}
getWIS <- function(forecasts_with_truth){


  
  w0 = 0.5
  f_medians =  subset(forecasts_with_truth,quantile ==0.5,
                       select="value" )
  truth_y = subset(forecasts_with_truth,quantile ==0.5,
                       select="truth" )
  WIS <- w0*abs(truth_y-f_medians)
  
  for (alpha_level in c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)){
    wk = alpha_level/2
    temp_IS <- getIntervalScores(forecasts_with_truth,alpha_level)
    
    WIS <- WIS + wk*temp_IS$interval_score
    
  }
  
    WIS_temp_df <- subset(forecasts_with_truth,quantile ==0.5,
                       select=c("forecast_date","target","target_end_date",
                                "location","truth") )
    WIS_temp_df$WIS <- WIS$truth
  
  
 
  
  return(WIS_temp_df)
}
```




```{r calculate-model-WIS}
EpiCovDA_WIS <- getWIS(forecasts_with_truth)

EpiCovDA_WIS$IS_05 <- getIntervalScores(forecasts_with_truth, 0.05)$interval_score

EpiCovDA_WIS$IS_50 <- getIntervalScores(forecasts_with_truth, 0.5)$interval_score

```


# Attach state population


```{r}
EpiCovDA_WIS$population <- NA
EpiCovDA_pt_scores$population <- NA



for (loc in unique(EpiCovDA_WIS$location)){
  if (loc == "US"){
    temp_pop <- as.numeric(read.csv("../state_hosp_data_2020-11-16/state_popUS.csv"))
    EpiCovDA_WIS[which(EpiCovDA_WIS$location=="US"),"population"] <- temp_pop
    EpiCovDA_pt_scores[which(EpiCovDA_pt_scores$location == "US"),"population"] <- temp_pop

    
  } else {

        temp_pop <- as.numeric(read.csv(sprintf("../state_hosp_data_2020-11-16/state_pop%s.csv",fips(loc, to = "Abbreviation"))))
    EpiCovDA_WIS[which(EpiCovDA_WIS$location==loc),"population"] <- temp_pop
    EpiCovDA_pt_scores[which(EpiCovDA_pt_scores$location == fips(loc, to = "Abbreviation")),"population"] <- temp_pop

  
  }
  
  
}




```




```{r define-statsOnPerformance-function}
statsOnPerformance <- function(all_IS,column,tar_type = "death",filterdates_TF = TRUE,
                               includeUS = FALSE,
                               USonly = FALSE){
  
  all_targets <- c("1 wk ahead cum death","2 wk ahead cum death","3 wk ahead cum death",
                   "4 wk ahead cum death")
  
  if (tar_type == "case"){
    all_targets <- c("1 wk ahead cum case","2 wk ahead cum case",
                     "3 wk ahead cum case",
                     "4 wk ahead cum case")
  }
  
  
  
  if (filterdates_TF){
    all_IS <- subset(all_IS,(as.Date(forecast_date)>as.Date("2020-04-19")))
    
  }
  
  if (!includeUS){
    subset(all_IS,(location!="US"))
  }
  
  if (USonly){
    all_IS <- subset(all_IS,(location=="US"))
  }


  
  stats_df <- data.frame()
  
  temp_df <- data.frame(target = "Overall",mean = mean(all_IS[grepl(tar_type,all_IS$target),column]),
                        median = median(all_IS[grepl(tar_type,all_IS$target),column]))
  
  stats_df <- rbind(stats_df,temp_df)
  
  
  
  for (tar in all_targets){
    curr_subset <- subset(all_IS,target == tar)
    curr_mean <- mean(curr_subset[,column])
    curr_median <- median(curr_subset[,column])
    temp_df <- data.frame(target = tar, mean = curr_mean,median = curr_median)
    
    stats_df <- rbind(stats_df,temp_df)
  }
  
  return(stats_df)
}
```





```{r}
IS_stats_EpiCovDA <- statsOnPerformance(EpiCovDA_WIS,"WIS")
```



```{r}
# kable(IS_stats_EpiCovDA,booktabs=TRUE)
# kable(IS_stats_COVIDhub,booktabls=TRUE)
```



# Point Scores


```{r}
EpiCovDA_pt_scores$abs_error <- abs(EpiCovDA_pt_scores$error)

EpiCovDA_pt_stats <- statsOnPerformance(EpiCovDA_pt_scores,"abs_error")

```


# Plot IS_alpha

```{r}



ggplot()+
  geom_line(data=EpiCovDA_WIS[(EpiCovDA_WIS$target=="1 wk ahead cum death")&(EpiCovDA_WIS$location=="US"),],
            mapping=aes(x=as.Date(forecast_date),y=IS_05,group=location))



ggplot()+
    geom_line(data=subset(
                EpiCovDA_pt_scores[grepl("death",EpiCovDA_pt_scores$target),],location=="US"),
            mapping=aes(x=as.Date(forecast_date),y=abs_error,group=target,color=target))


```


```{r}
IS_deaths_df <- EpiCovDA_WIS[grepl("death",EpiCovDA_WIS$target),]


thisfilename <- "results_figures/US_IS.pdf"

pdf(thisfilename, width = 10, height = 6)
a3 <- ggplot()+
  geom_line(data=IS_deaths_df[(IS_deaths_df$location=="US"),],
            mapping=aes(x=as.Date(forecast_date),y=IS_05,group=target,color=target))+
  xlab("Forecast Date")+ylab("Interval Score")+ggtitle("Interval Scores for US Death Forecasts")+
    scale_color_discrete(name="Target",labels = c("1 wk ahead cmltv deaths","2 wk ahead cmltv deaths","3 wk ahead cmltv deaths","4 wk ahead cmltv deaths"))+
  theme(text = element_text(size = 16))
print(a3)
dev.off()

```


# Death Results: Week ahead interval score figures


Per 100,000 population

Max IS_05/population*10^5 is about 677

```{r deaths-IS}

# for (i in 1:4){


mybreaks = c(0,1,5,10,25,50,100,500,Inf)
mylabels = c("<1","1 <= x < 5", "5 <= x < 10", "10 <= x < 25","25 <= x < 50","50 <= x < 100", "100 <= x < 500",">=500")

figfilename3 <- sprintf("results_figures/IS_epicovda_deaths.pdf")

pdf(figfilename3, width = 10, height = 7)
p1 <- ggplot()+
  geom_tile(data = IS_deaths_df,
            mapping =
              aes(as.Date(forecast_date),
                  myfips(as.character(location),to="Abbreviation"),
                  fill=cut(IS_05/population*10^5,breaks=mybreaks,right=FALSE,labels=mylabels))) +
  # scale_fill_gradient2(low = "white",high="firebrick3",mid="gold",trans="log10",midpoint=1,
  #                     breaks=mybreaks,labels=mybreaks)+
  scale_fill_brewer(type="seq",palette = "YlOrRd")+
  theme_bw()+
  theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
  xlab("Forecast Date")+ylab("State")+
  ggtitle("EpiCovDA Interval Scores (alpha=0.05) for Death Forecasts")+
  # ggtitle(sprintf("EpiCovDA, %s wk ahead cumulative deaths",i))+
  labs(fill="IS per 100,000")+
  facet_wrap(vars(target),scales="fixed",nrow=1)
print(p1)
dev.off()
print(p1)

# }

# max(IS_deaths_df$IS_05/IS_deaths_df$population*10^5)


```


# Point Estimate Errors

Max cumulative deaths for 4 week ahead forecasts: about 28.9 per 100,000

```{r AE-deaths1}

mybreaks2 <- c(0,.5,1,5,10,15,25,Inf)
mylabels2 = c("<0.5","0.5 <= x < 1","1 <= x < 5", "5 <= x < 10", "10 <= x < 15","15 <= x < 25",">=25")



figfilename1 <- sprintf("results_figures/AE_epicovda_deaths.pdf")




pdf(figfilename1, width = 10, height = 7)
p3<- ggplot()+
  geom_tile(data = EpiCovDA_pt_scores[grepl("death",EpiCovDA_pt_scores$target),],
            mapping =
              aes(as.Date(forecast_date),
                  myfips(as.character(location),to="Abbreviation"),
                  fill=   cut(abs_error/population*10^5,breaks=mybreaks2,right=FALSE,labels=mylabels2) )) +
  # scale_fill_gradient2(low = "white",mid="gold",high="firebrick3",
  #                      trans="log10",midpoint = log10(.5),na.value = "white",breaks=mybreaks2,
  #                      labels=mybreaks2)+
  scale_fill_brewer(type="seq",palette = "YlOrRd")+
  theme_bw()+
  theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
  xlab("Forecast Date")+ylab("State")+ggtitle("EpiCovDA Absolute Error per 100,000 for Death Forecasts") +
  labs(fill="Abs. Error per 100,000")+
  facet_wrap(vars(target),scales="fixed",nrow=1)
print(p3)
dev.off()
print(p3)




# max(EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum death",j)),"abs_error"]/EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum death",j)),"population"]*10^5)
```



## "Heatmaps" for Cases 

max IS for cases about 23752
mediant IS for cases about 193

```{r cases-IS}

# for (i in 1:4){


mybreaks = c(0,5,25,100,300,1000,5000,10000,Inf)
mylabels = c("<5","5 <= x < 25", "25 <= x < 100", "100 <= x < 300","300 <= x < 1000","1000 <= x < 5000", "5000 <= x < 10000",">=10000")

figfilename3 <- sprintf("results_figures/IS_epicovda_cases.pdf")

pdf(figfilename3, width = 10, height = 7)
p1 <- ggplot()+
  geom_tile(data = EpiCovDA_WIS[grepl("case",EpiCovDA_WIS$target),],
            mapping =
              aes(as.Date(forecast_date),
                  myfips(as.character(location),to="Abbreviation"),
                  fill=cut(IS_05/population*10^5,breaks=mybreaks,right=FALSE,labels=mylabels))) +
  # scale_fill_gradient2(low = "white",high="firebrick3",mid="gold",trans="log10",midpoint=1,
  #                     breaks=mybreaks,labels=mybreaks)+
  scale_fill_brewer(type="seq",palette = "YlOrRd")+
  theme_bw()+
  theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
  xlab("Forecast Date")+ylab("State")+
  ggtitle("EpiCovDA Interval Scores (alpha=0.05) for Case Forecasts")+
  # ggtitle(sprintf("EpiCovDA, %s wk ahead cumulative deaths",i))+
  labs(fill="IS per 100,000")+
  facet_wrap(vars(target),scales="fixed",nrow=1)
print(p1)
dev.off()
print(p1)

# }

# median(EpiCovDA_WIS[grepl("case",EpiCovDA_WIS$target),"IS_05"]/EpiCovDA_WIS[grepl("case",EpiCovDA_WIS$target),"population"]*10^5)


```


# Point Estimate Errors

Max cumulative deaths for 4 week ahead forecasts: about 867 per 100,000
median about 67

```{r AE-deaths}

mybreaks2 <- c(0,1,10,25,50,100,300,500,Inf)
mylabels2 = c("<1","1 <= x < 10","10 <= x < 25", "25 <= x < 50", "50 <= x < 100","100 <= x < 300",
              "300 <= x < 500",">=500")



figfilename1 <- sprintf("results_figures/AE_epicovda_cases.pdf")




pdf(figfilename1, width = 10, height = 7)
p3<- ggplot()+
  geom_tile(data = EpiCovDA_pt_scores[grepl("case",EpiCovDA_pt_scores$target),],
            mapping =
              aes(as.Date(forecast_date),
                  myfips(as.character(location),to="Abbreviation"),
                  fill=   cut(abs_error/population*10^5,breaks=mybreaks2,right=FALSE,labels=mylabels2) )) +
  # scale_fill_gradient2(low = "white",mid="gold",high="firebrick3",
  #                      trans="log10",midpoint = log10(.5),na.value = "white",breaks=mybreaks2,
  #                      labels=mybreaks2)+
  scale_fill_brewer(type="seq",palette = "YlOrRd")+
  theme_bw()+
  theme(panel.grid.major = element_blank(), panel.grid.minor = element_blank())+
  xlab("Forecast Date")+ylab("State")+ggtitle("EpiCovDA Absolute Error per 100,000 for Case Forecasts") +
  labs(fill="Abs. Error per 100,000")+
  facet_wrap(vars(target),scales="fixed",nrow=1)
print(p3)
dev.off()
print(p3)




# median(EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum case",4)),"abs_error"]/EpiCovDA_pt_scores[(EpiCovDA_pt_scores$target==sprintf("%s wk ahead cum case",4)),"population"]*10^5)

```







```{r}

forecasted_locations = unique(forecasts_with_truth$location)

tar_type = "case"

for (loc in forecasted_locations){

state_num = loc #"04"

target_forecasts_with_truth <-
  forecasts_with_truth[grepl(tar_type,
                             forecasts_with_truth$target) &
                         (forecasts_with_truth$location == state_num)&
                         as.Date(forecasts_with_truth$forecast_date)
                       >as.Date('2020-04-10'),]


st_ab = fips(state_num,to="Abbreviation")

if (loc == "US"){
  st_ab = "US"
}
fcasts_wide <- as_tibble(target_forecasts_with_truth) %>%
    filter(quantile %in% c(0.025, 0.1, 0.25, 0.5, 0.75, 0.9, 0.975)) %>%
    mutate(week_ahead = as.numeric(substr(target, 0,2))) %>%
    pivot_wider(names_from = quantile, names_prefix="q")



figfilename <- sprintf("results_figures/%s_%s_quant_forecasts.pdf",st_ab,tar_type)

pdf(figfilename, width = 5, height = 3)
a1 <- ggplot(fcasts_wide,aes(x = as.Date(target_end_date)))+
    geom_line(aes(y=q0.5, color=forecast_date, group=forecast_date)) +
    # geom_ribbon(aes(ymin=q0.1, ymax=q0.9, fill=forecast_date, group=forecast_date), alpha=.3) +
    geom_ribbon(aes(ymin=q0.025, ymax=q0.975, fill=forecast_date, group=forecast_date), alpha=.3) +
    geom_ribbon(aes(ymin=q0.25, ymax=q0.75, fill=forecast_date, group=forecast_date), alpha=.3) +
    geom_point(aes(y=truth)) +
    geom_line(aes(y=truth)) +
    theme_bw() + xlab("Date") +
    theme(legend.position = "none") + ylab(sprintf("cumulative %s",paste0(tar_type,"s"))) +
    ggtitle(sprintf("Cumulative %s in %s, observed and forecasted",paste0(tar_type,"s"),st_ab))
#+
    # coord_cartesian(ylim=c(250, 2500))

print(a1)
dev.off()
print(a1)



}
```




```{r}

forecasted_locations = unique(forecasts_with_truth$location)

tar_type = "death"

for (loc in forecasted_locations){

state_num = loc #"04"

target_forecasts_with_truth <-
  forecasts_with_truth[grepl(tar_type,
                             forecasts_with_truth$target) &
                         (forecasts_with_truth$location == state_num)&
                         as.Date(forecasts_with_truth$forecast_date)
                       >as.Date('2020-04-10'),]


st_ab = fips(state_num,to="Abbreviation")

if (loc == "US"){
  st_ab = "US"
}
fcasts_wide <- as_tibble(target_forecasts_with_truth) %>%
    filter(quantile %in% c(0.025, 0.1, 0.25, 0.5, 0.75, 0.9, 0.975)) %>%
    mutate(week_ahead = as.numeric(substr(target, 0,2))) %>%
    pivot_wider(names_from = quantile, names_prefix="q")



figfilename <- sprintf("results_figures/%s_%s_quant_forecasts.pdf",st_ab,tar_type)

pdf(figfilename, width = 5, height = 3)
a1 <- ggplot(fcasts_wide,aes(x = as.Date(target_end_date)))+
    geom_line(aes(y=q0.5, color=forecast_date, group=forecast_date)) +
    # geom_ribbon(aes(ymin=q0.1, ymax=q0.9, fill=forecast_date, group=forecast_date), alpha=.3) +
    geom_ribbon(aes(ymin=q0.025, ymax=q0.975, fill=forecast_date, group=forecast_date), alpha=.3) +
    geom_ribbon(aes(ymin=q0.25, ymax=q0.75, fill=forecast_date, group=forecast_date), alpha=.3) +
    geom_point(aes(y=truth)) +
    geom_line(aes(y=truth)) +
    theme_bw() + xlab("Date") +
    theme(legend.position = "none") + ylab(sprintf("cumulative %s",paste0(tar_type,"s"))) +
    ggtitle(sprintf("Cumulative %s in %s, observed and forecasted",paste0(tar_type,"s"),st_ab))
#+
    # coord_cartesian(ylim=c(250, 2500))

print(a1)
dev.off()
print(a1)



}
```







```{r}

get_calibration_prop <- function(forecasts_with_truth,alpha_level,conditions,target_type="death"){
  forecast_sub0 <- forecasts_with_truth[grepl(target_type,forecasts_with_truth$target),]
  forecast_subset <- subset(forecast_sub0,eval(conditions))
  lbounds = subset(forecast_subset,quantile==alpha_level/2,select="value")$value
  ubounds =  subset(forecast_subset,quantile==1 - alpha_level/2,select="value")$value
  truth =  subset(forecast_subset,quantile==0.5,select = "truth")$truth


  in_bounds <- ((ubounds - truth)>=0) & ((lbounds-truth)<=0)

  prop = sum(in_bounds)/length(truth)

  check_df <- cbind(lbounds,ubounds,truth,in_bounds)


  return(prop)

}




```

### Calibration figures

```{r US-calibration-cases}

for (i in 1:4){

curr_loc = "US"

cond_target = sprintf("%s wk ahead cum case",i)
condition = expression((target==cond_target)&(location=="US"))
tar_type = "case"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("US - %s week ahead cumulative cases",i)



curr_loc_fips = fips(curr_loc)
if (curr_loc == "US"){
 curr_loc_fips = "US"
}
if (curr_loc_fips < 10){
  curr_loc_fips = paste0(0,curr_loc_fips)
}else{curr_loc_fips = as.character(curr_loc_fips)}

# condition = expression((location==curr_loc_fips))

all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)

for (j in 1:length(all_CI_widths)){
  curr_a_level = round(1 - all_CI_widths[j],3)
  # curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
  #                                   expression((location == curr_loc_fips)),"case")
  curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition,tar_type)
  all_props <- c(all_props,curr_prop)
}


calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)


figfilename_calibration <- sprintf("results_figures/US_%swkaheadcases_calibration.pdf",i)

pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
  geom_point(mapping=aes(x=exp_prop,y=act_prop))+
  geom_abline(slope=1,intercept=0)+
  xlim(c(0,1))+ylim(c(0,1))+
  xlab("Expected Proportion")+
  ylab("Actual Proportion")+
  ggtitle(title_text)
print(a3)
dev.off()
}
```



```{r State-calibration-cases}

for (i in 1:4){



cond_target = sprintf("%s wk ahead cum case",i)
condition = expression((target==cond_target)&(location!="US"))
tar_type = "case"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("State-level - %s week ahead cumulative cases",i)



all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)

for (j in 1:length(all_CI_widths)){
  curr_a_level = round(1 - all_CI_widths[j],3)
  # curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
  #                                   expression((location == curr_loc_fips)),"case")
  curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition,tar_type)
  all_props <- c(all_props,curr_prop)
}


calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)


figfilename_calibration <- sprintf("results_figures/state-level_%swkaheadcases_calibration.pdf",i)

pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
  geom_point(mapping=aes(x=exp_prop,y=act_prop))+
  geom_abline(slope=1,intercept=0)+
  xlim(c(0,1))+ylim(c(0,1))+
  xlab("Expected Proportion")+
  ylab("Actual Proportion")+
  ggtitle(title_text)
print(a3)
dev.off()
}
```


```{r US-calibration-deaths}

for (i in 1:4){

curr_loc = "US"

cond_target = sprintf("%s wk ahead cum death",i)
condition = expression((target==cond_target)&(location=="US"))
tar_type = "death"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("US - %s week ahead cumulative deaths",i)



curr_loc_fips = fips(curr_loc)
if (curr_loc == "US"){
 curr_loc_fips = "US"
}
if (curr_loc_fips < 10){
  curr_loc_fips = paste0(0,curr_loc_fips)
}else{curr_loc_fips = as.character(curr_loc_fips)}

# condition = expression((location==curr_loc_fips))

all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)

for (j in 1:length(all_CI_widths)){
  curr_a_level = round(1 - all_CI_widths[j],3)
  # curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
  #                                   expression((location == curr_loc_fips)),"case")
  curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition,tar_type)
  all_props <- c(all_props,curr_prop)
}


calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)


figfilename_calibration <- sprintf("results_figures/US_%swkaheaddeaths_calibration.pdf",i)

pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
  geom_point(mapping=aes(x=exp_prop,y=act_prop))+
  geom_abline(slope=1,intercept=0)+
  xlim(c(0,1))+ylim(c(0,1))+
  xlab("Expected Proportion")+
  ylab("Actual Proportion")+
  ggtitle(title_text)
print(a3)
dev.off()
}
```



```{r State-calibration-deaths}

for (i in 1:4){



cond_target = sprintf("%s wk ahead cum death",i)
condition = expression((target==cond_target)&(location!="US"))
tar_type = "death"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("State-level - %s week ahead cumulative deaths",i)



all_props <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)

for (j in 1:length(all_CI_widths)){
  curr_a_level = round(1 - all_CI_widths[j],3)
  # curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
  #                                   expression((location == curr_loc_fips)),"case")
  curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition,tar_type)
  all_props <- c(all_props,curr_prop)
}


calib_df <- data.frame(exp_prop = all_CI_widths,act_prop = all_props)


figfilename_calibration <- sprintf("results_figures/state-level_%swkaheaddeaths_calibration.pdf",i)

pdf(figfilename_calibration, width = 5, height = 3)
a3 <- ggplot(data=calib_df)+
  geom_point(mapping=aes(x=exp_prop,y=act_prop))+
  geom_abline(slope=1,intercept=0)+
  xlim(c(0,1))+ylim(c(0,1))+
  xlab("Expected Proportion")+
  ylab("Actual Proportion")+
  ggtitle(title_text)
print(a3)
dev.off()
}
```






```{r combined-US-State-calibration-deaths}


calib_df <- data.frame()

for (i in 1:4){



cond_target = sprintf("%s wk ahead cum death",i)
condition1 = expression((target==cond_target)&(location!="US"))
condition2 = expression((target==cond_target)&(location=="US"))
tar_type = "death"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("%s week ahead",i)



all_props1 <- c()
all_props2 <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)

for (j in 1:length(all_CI_widths)){
  curr_a_level = round(1 - all_CI_widths[j],3)
  # curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
  #                                   expression((location == curr_loc_fips)),"case")
  curr_prop1 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition1,tar_type)
  all_props1 <- c(all_props1,curr_prop1)
  
  curr_prop2 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition2,tar_type)
  all_props2 <- c(all_props2,curr_prop2)
}


temp1 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props1,level="state",target=title_text)
temp2 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props2,level="US",target=title_text)
calib_df <- rbind(calib_df,temp1,temp2)

}

figfilename_calibration <- sprintf("results_figures/deaths_calibration.pdf",i)

pdf(figfilename_calibration, width = 7, height = 4)
a3 <- ggplot(data=calib_df)+
  geom_point(mapping=aes(x=exp_prop,y=act_prop,shape=level,color=level),cex=1.5)+
  # geom_point(mapping=aes(x=exp_prop,y=us_prop,shape="b"),shape=19)+
  geom_abline(slope=1,intercept=0)+
  xlim(c(0,1))+ylim(c(0,1))+
  xlab("Expected Proportion")+
  ylab("Actual Proportion")+
  ggtitle("PI Capture Rates for Cumulative Death Forecasts")+
  facet_wrap(facets=vars(target),nrow=2)

print(a3)
dev.off()
print(a3)

```




```{r combined-US-State-calibration-cases}



calib_df <- data.frame()

for (i in 1:4){



cond_target = sprintf("%s wk ahead cum case",i)
condition1 = expression((target==cond_target)&(location!="US"))
condition2 = expression((target==cond_target)&(location=="US"))
tar_type = "case"
# title_text <- paste(curr_loc,"-",tar_type)
title_text <- sprintf("%s week ahead",i)



all_props1 <- c()
all_props2 <- c()
all_CI_widths <- 1-c(0.02,0.05,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8,0.9)

for (j in 1:length(all_CI_widths)){
  curr_a_level = round(1 - all_CI_widths[j],3)
  # curr_prop <- get_calibration_prop(forecasts_with_truth,curr_a_level,
  #                                   expression((location == curr_loc_fips)),"case")
  curr_prop1 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition1,tar_type)
  all_props1 <- c(all_props1,curr_prop1)
  
  curr_prop2 <- get_calibration_prop(forecasts_with_truth,curr_a_level,
                                    condition2,tar_type)
  all_props2 <- c(all_props2,curr_prop2)
}


temp1 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props1,level="state",target=title_text)
temp2 <- data.frame(exp_prop = all_CI_widths,act_prop = all_props2,level="US",target=title_text)
calib_df <- rbind(calib_df,temp1,temp2)

}

figfilename_calibration <- sprintf("results_figures/cases_calibration.pdf",i)

pdf(figfilename_calibration, width = 7, height = 4)
a3 <- ggplot(data=calib_df)+
  geom_point(mapping=aes(x=exp_prop,y=act_prop,shape=level,color=level),cex=1.5)+
  # geom_point(mapping=aes(x=exp_prop,y=us_prop,shape="b"),shape=19)+
  geom_abline(slope=1,intercept=0)+
  xlim(c(0,1))+ylim(c(0,1))+
  xlab("Expected Proportion")+
  ylab("Actual Proportion")+
  ggtitle("PI Capture Rates for Cumulative Case Forecasts")+
  facet_wrap(facets=vars(target),nrow=2)

print(a3)
dev.off()
print(a3)

```
